langjs 发表于 2017-12-2 12:49:25

新鲜出炉《45度动态轴测图工具》

本帖最后由 langjs 于 2019-2-27 09:23 编辑

这个帖子是45度的轴测图工具,30度的轴测图工具在这里
http://bbs.mjtd.com/forum.php?mod=viewthread&tid=92999&page=1&extra=#pid517710

2017年12月14日更新一下,修改一些BUG。
早期做了个30度的轴测图工具,后来有人反映画轴测图用45度角,最近花了点时间修改了一下,可以画45度轴测图的工具改好了,因为没经过严格调试,是不是都能用不知道,我在CAD08里边能用。传上来分享一下,给需要的朋友。程序包含以下几个小命令:

1、轴测图直线: zline
画轴测图45度轴测图6个方向直线。采用两点画线形式,鼠标拖动指定方向,可以点选或输入画线距离,空格默认上一次画线距离。

2、轴测图画圆: zcircle
画轴测图三个面的圆。采用中心和半径方式,鼠标拖动指定圆的方向,可以输入半径,空格默认上一次半径。

3、轴测中心线: zcenter
画轴测图圆和直线的中心线,鼠标点选对象,自动画中心线。

4、轴测图文字: ztext
画轴测图文字,鼠标拖动指定文字方向。

5、轴测图标注: zdim
画轴测图标注。可以两点方式标注,也可以鼠标右键选择圆或者直线进行标注。鼠标拖动指定标注方向后,可以点选确定标注间距,也可以空格默认间距。

6、轴测图更改: zch
选择对象,可以修改轴测图的直线、圆、中心线、文字、以及标注。

7、轴测图设置:zsetup
可以设置轴测图标注以及文字参数。

fl202 发表于 2021-7-5 19:28:41

大师厉害!感谢分享!一般都用30度即可。

有时候需要画些斜线,目前只能通过做先画辅助线来完成,而且它的标注一直不美观,大师如果有空,可否帮忙完善下?
比如下方截图:
只能先画1000和1732后,再连接两点,做出来2000,可以看到2000的标注也是不太好看的。

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

langjs 发表于 2017-12-2 18:01:09

逍遥天下 发表于 2017-12-2 13:57
楼主,轴测图直线功能,只能画135度和315度的直线,没有45度和225度的直线

我没实际画过轴测图,不知道实际需要不需要这两个方向

864643236 发表于 2018-5-8 17:00:14

后面几个功能无法用提示0.800000,有朋友知道是什么原因吗

fsafaffa 发表于 2017-12-2 13:04:01

郎大师太伟大了

逍遥天下 发表于 2017-12-2 13:06:15

下载试试,看好用不,感谢版本分享

逍遥天下 发表于 2017-12-2 13:57:17

楼主,轴测图直线功能,只能画135度和315度的直线,没有45度和225度的直线

yoyoho 发表于 2017-12-2 14:40:34

感谢 langjs 分享程序!!!!!

囗Peanut囗 发表于 2017-12-2 15:14:12

好用好用好用,感谢分享~~~

cnks 发表于 2017-12-2 16:48:10

这是用来干啥用的?

sdbaijiao 发表于 2017-12-2 16:55:15

谢谢郎大师的分享。。。

winerfjy 发表于 2017-12-2 21:35:34

轴测个人觉得还是画三维再转过来的轴测相对会快点直接画轴测要有点水平才能搞
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查看完整版本: 新鲜出炉《45度动态轴测图工具》